Tuesday, March 19, 2013

Reconstructing quantum mechanics is finally here!!


Here is the line of argument

It is based on a "fixed point" mathematical argument.

The laws of nature are the same regardless of how we assemble subsystems into a larger one, or how we partition a system into subsystems. This is the core idea. There are three possible solutions:

  • Hyperbolic (not present in nature)
  • Parabolic (classical mechanics)
  • Elliptic (quantum mechanics)
The result is based on the algebraic formulation of quantum mechanics which is a better formulation over the Hilbert space formulation in view of Araki-Haag-Kastler axioms and Haag's theorem.

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